Abstract

Descriptive statistics table D1: Descriptive statistics for data used in chapters 3 and 4 (Canonical variates (CV) and individual measures from traditional morphometric analyses, and canonical variates and significant principle components (PC) from geometric morphometric analyses) with no correction for the effects of allometry. p(normal); probability of data being normally distributed using the Shapiro-Wilk test for normality.
Descriptive statistics table D2: Descriptive statistics for data used in chapters 3 and 4 (Canonical variates (CV) and individual measures from traditional morphometric analyses, and canonical variates and significant principle components (PC) from geometric morphometric analyses) with correction for the effects of allometry. p(normal); probability of data being normally distributed using the Shapiro-Wilk test for normality.
Descriptive statistics table D3: Results of examining data used in chapter 3 and 4 (traditional morphometric measures, canonical variates and significant PCs (from geometric morphometric analyses)) with no correction for the effects of allometry for multivariate normality. p(normal); probability of data being normally distributed using the Doornik-Hansen omnibus test for multivariate normality.
Descriptive statistics table D4: Results of examining data used in chapter 3 and 4 (traditional morphometric measures, canonical variates and significant PCs (from geometric morphometric analyses)) with correction for the effects of allometry for multivariate normality. p(normal); probability of data being normally distributed using the Doornik-Hansen omnibus test for multivariate normality.
Descriptive statistics table D5: Descriptive statistics for centroid sizes from geometric morphometric analyses used in chapters 3 and 4. p(normal); probability of data being normally distributed using the Shapiro-Wilk test for normality.
Descriptive statistics table D6: Descriptive statistics for data used in chapter 5 (Canonical variates (CV) and individual measures from traditional morphometric analyses, and canonical variates and significant principle components (PC) from geometric morphometric analyses) with no correction for the effects of allometry. p(normal); probability of data being normally distributed using the Shapiro-Wilk test for normality.
Descriptive statistics table D7: Descriptive statistics for data used in chapter 5 (Canonical variates (CV) and individual measures from traditional morphometric analyses, and canonical variates and significant principle components (PC) from geometric morphometric analyses) with ahisotrical correction for the effects of allometry and, for traditional morphometric measures of the digits, phylogenetic correction for the effects of allometry. p(normal); probability of data being normally distributed using the Shapiro-Wilk test for normality.
Descriptive statistics table D8: Results of examining data used in chapter 5 (traditional morphometric measures and significant PCs (from geometric morphometric analyses)) with no correction for the effects of allometry for multivariate normality. p(normal); probability of data being normally distributed using the Doornik-Hansen omnibus test for multivariate normality.
Descriptive statistics table D9: Results of examining data used in chapter 5 (traditional morphometric measures and significant PCs (from geometric morphometric analyses)) with ahistorical correction (with phylogenetic correction for traditional morphometrics of the digits) for the effects of allometry for multivariate normality. p(normal); probability of data being normally distributed using the Doornik-Hansen omnibus test for multivariate normality.
Descriptive statistics table D10: Descriptive statistics for centroid sizes from geometric morphometric analyses used in chapter 5. p(normal); probability of data being normally distributed using the Shapiro-Wilk test for normality.
Descriptive statistics table D11: Results of examining geometric morphometric data (represented by PC1-10) from the dorsal and ventral views of the coracoid, as used in chapter 6, for multivariate normality. p(normal); probability of data being normally distributed using the Doornik-Hansen omnibus test for multivariate normality.
Descriptive statistics table D12: Descriptive statistics for data used in chapter 6; the ventral coracoid data from chapter 3 using a revised geometric morphometric protocol, with no correction for the effects of allometry. p(normal); probability of data being normally distributed using the Shapiro-Wilk test for normality.
Descriptive statistics table D13: Results of examining data used in chapter 6; the ventral coracoid data from chapter 3 using a revised geometric morphometric protocol, with no correction for the effects of allometry, for multivariate normality. p(normal); probability of data being normally distributed using the Doornik-Hansen omnibus test for multivariate normality.
From PhD thesis: Skeletal Morphology and Soaring Flight in Birds